Electromagnetic interaction of gravity. Proposal for unified field theory.
ABSTRACT
From this theory arises an equation connects Planck’s constant (h), the speed of light ©, the constant of gravity (G), the constant of electricity (Ke=1/4π.εο ) and Boltzmann’s constant (kbl). The important aspect in this equation is that it arrives at a function with a geometrical content in 10 dimensions of space: forces are added logarithmically. From the following proposals of the theory, we obtain applications with temperatures comparable to the GUT and masses like the Planck mass and the inclusion of the Avogadro number and mass of proton .
www.wbabin.net/science/alexandris.pdf
The connection of fine structure constant and proton
(mass and length) with gravity and
1,052mm cosmic microwave background radiation from unified theory
Abstract
By the below analysis arises the substance of fine structure constant and the connection of mole of proton with gravity , also prediction of neutrino energy . using the law of Stefan-Boltzman and our function , we have results in agreement with CMB radiation while Wien’s law cannot. We can propose a model for universe in extra dimension and the connection of proton and positron in a process of particle creation
www.wbabin.net/science/alexandris5.pdf
NUCLEAR PARTICLE INDEX(FOR UNIFIED THEORY )
www.wbabin.net/science/alexandris7.pdf
EVOLUTIONARY UNFOLDING OF NATURAL AND BIOLOGICAL SYSTEMS
Summary of a philosophical book
ABSTRACT
Analysing the subject , referring to the ‘pictorial figure’(potential,iconic virtuelles forms), I mean the elements allying the various figures of evolution, both in the natural world and in society. This happens so as each evolutionary vault is accompanied by a corresponding evolution to the latter pictorial figures, while the simple variations of the pictorial figures tally to exiguous alterations, such as the creation of species or some kind of molecular alteration.
www.wbabin.net/science/alexandris6.pdf
Author : Nikos Alexandris
my articles : http//www.cerglobal.org
